If instead we start with e as a given length, would it be possible to construct a line segment of length 1 with a compass and straightedge?

We say that a real number x is constructible if it’s possible to construct a line segment
of length |x| with a compass and straightedge, given a unit length to start with. If
instead we start with e as a given length, would it be possible to construct a line
segment of length 1 with a compass and straightedge?

Mathematics

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If instead we start with e as a given length, would it be possible to construct a line segment of length 1 with a compass and straightedge?

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